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Section A

The conjugate characteristic polynomial of some compound graphs

Pages 2644-2652 | Received 26 Jul 2008, Accepted 21 Apr 2009, Published online: 20 Aug 2010

References

  • Cvetković , D. , Doob , M. and Sachs , H. 1995 . “ Spectra of Graphs – Theory and Applications ” . Heidelberg, Leipzig : J.A. Barth Verlag . 3rd revised and enlarged edition
  • Lepović , M. 2007 . On conjugate adjacency matrices of a graph, . Discrete Math. , 307 : 730 – 738 .
  • Lepović , M. 2007 . The conjugate formal product of a graph, . Appl. Anal. Discrete Math. , 1 : 427 – 437 .
  • Lepović , M. 2008 . On conjugate characteristic polynomial of a graph . J. Appl. Math. Comput. , 28 : 473 – 483 . DOI:10.1007/s12190-008-0120-x
  • Lepović , M. 2008 . Some results on walk regular and strongly regular graphs . N. Z. J. Math. , 38 : 161 – 169 .
  • Lepović , M. 2010 . Some results on walk regular graphs which are cospectral to its complement . Tokyo J. Math. , 33 : 223 – 234 .
  • Lepović , M. The conjugate main eigenvalues of vertex deleted subgraphs of a strongly regular graph . Linear Algebra and its Applications, (submitted for publication)

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